Office Building: Bell Hall Office Room: 217 Phone: (915) 747-6862 Email:osmendez@utep.edu
Bio
Mathematician. See attached CV.
Awards and Honors
Outstanding Paper Award at the 35th Annual Conference of the North American Fuzzy Information Processing Society NAFIPS’2016 - UTEP (11/01/2016-11/30/2016)
Education
MS in Mathematics, University of Minnesota (1997)
Ph D in Mathematics, University of Minnesota (1997)
Mathematics, Universidad Nacional de Rosario (1989)
Publications
Examining Nonlinear Fredholm Equations in Lebesgue Spaces with Variable Exponents Symmetry 15 11 (2023),
Mostafa Bachar, Mohamed Khamsi, Osvaldo Mendez.
A Fixed Point Theorem in the Lebesgue Spaces of Variable Integrability Lp(·) Symmetry 15 11 (2023),
Amnay El Amry, Mohamed A. Khamsi, Osvaldo Mendez.
The eigenvalue problem for Kirchhoff-type operators in Musielak–Orlicz spaces Arabian Journal of Mathematics (2023),
Osvaldo Mendez.
The dual of the sequence spaces with mixed norms $$l^{(p, \infty )}$$ l ( p , ∞ ) Arabian Journal of Mathematics 12 1 (2023),
Jan Lang, Osvaldo Mendez.
Remark on a Fixed-Point Theorem in the Lebesgue Spaces of Variable Integrability Lp(·) Mathematics 11 1 (2022),
Mohamed Khamsi, Osvaldo Mendez.
The Notion of the Quasicentral Path in Linear Programming Applied Computer Sciences in Engineering 1681 9th Workshop on Engineering Applications, WEA 2022, Bogotá, Colombia, November 30 – December 2, 2022, Proceedings (2022),
Miguel Argaez, Osvaldo Mendez, Leticia Velazquez.
The Notion of the Quasicentral Path for Linear Programming Springer (2022),
Miguel Argaez, Osvaldo Mendez, .
O the eigenvalue problem for a class of Kirchhoff-type equation JMMA (Journal of Mathematical Analysis and its Applications) 494 2 (2020),
Osvaldo Mendez.
Modular Uniform Convexity in Every Direction in Lp() and Its Applications Mathematics 8 6 (2020),
Mostafa Bachar, Osvaldo Mendez.
A geometric property in ℓp(⋅) and its applications. Mathematische Nachrichten 292 9 (2019),
M Bachar, Mohamed A. Khamsi, Osvaldo Mendez, Messaoud Bounkhel.
Sharp conditions for the compactness of the Sobolev embedding on Musielak-Orlicz spaces Mathematische Nachrichten 292 2 (2019),
Osvaldo Mendez.
A geometric property in l_p(.) and its applications Mathematische Nachrichten 292 9 (2019),
Mostafa Bachar, Mohamed A. Khamsi, Osvaldo Mendez, M Bounkhil.
Analysis on function spaces of Musielak-Orlicz type. CRC Press (2019),
Osvaldo Mendez, Jan Lang.
Presentations
Modular uniform convexity structures and applications to partial differential equations (2024), Volume Columbus, OH, USA,
Osvaldo Mendez.
Beyond linear topological spaces: The revindication of a forsaken nonlinear topological structure through its application to an open problem. (2023), Volume El Paso,
Osvaldo Mendez.
An overview of generalized Lebesgue spaces and their applications. (2023), Volume El Paso, TX USA,
Osvaldo Mendez.
An overview of current trends in generalized Lebesgue spaces and its applications (2023), Volume El Paso, TX, USA,
Osvaldo Mendez.
A class of nn-linear eigenvalue problems related to the wave equation (2022), Volume Bangkok, Thailand,
Osvaldo Mendez.
A class of non-linear eigenvalue problems related to the wave equation (2022), Volume Columbus, OH, USA,
Osvaldo Mendez.
A duality problem related to spaces with mixed norm (2021), Volume Dhaharan, Saudi Arabia,
Osvaldo Mendez.
Eigenvalue problems for a class of Kirchhoff's equations (2021), Volume El Paso,
Osvaldo Mendez.
On eigenvalue problems for a class of Kirchhoff's equation on variable exponent Sobolev-Lebesgue spaces (2020), Volume Dhaharan, Saudi Arabia,
Osvaldo Mendez.
Geometric properties of generalized Lebesgue spaces and applications (2020), Volume El Paso, TX,
Osvaldo Mendez.
Sobolev Embedding for Sobolev-Musielak-Orlicz spaces and applications to PDE (2019), Volume Dammam, Saudi Arabia,
Osvaldo Mendez.
A uniform convexity property of variable exponent Lebesgue spaces. (2019), Volume Casablanca, Morocco,
Osvaldo Mendez.
A fixed point theorem for variable exponent Lebesgue spaces (2019), Volume Columbia, MO, USA,
Osvaldo Mendez.
A question regarding the uniform convexity of spaces of variable integrability (2019), Volume Bangsaen, Thailand,
Osvaldo Mendez.
A question regarding the uniform convexity of Lebesgue spaces of variable integrability. (2019), Volume Columbus, OH,
Osvaldo Mendez.
Outstanding Paper Award at the 35th Annual Conference of the North American Fuzzy Information Processing Society NAFIPS’2016 - UTEP (11/01/2016-11/30/2016)
MS in Mathematics, University of Minnesota (1997)
Ph D in Mathematics, University of Minnesota (1997)
Mathematics, Universidad Nacional de Rosario (1989)
Publications
Examining Nonlinear Fredholm Equations in Lebesgue Spaces with Variable Exponents Symmetry 15 11 (2023),
Mostafa Bachar, Mohamed Khamsi, Osvaldo Mendez.
A Fixed Point Theorem in the Lebesgue Spaces of Variable Integrability Lp(·) Symmetry 15 11 (2023),
Amnay El Amry, Mohamed A. Khamsi, Osvaldo Mendez.
The eigenvalue problem for Kirchhoff-type operators in Musielak–Orlicz spaces Arabian Journal of Mathematics (2023),
Osvaldo Mendez.
The dual of the sequence spaces with mixed norms $$l^{(p, \infty )}$$ l ( p , ∞ ) Arabian Journal of Mathematics 12 1 (2023),
Jan Lang, Osvaldo Mendez.
Presentations
Modular uniform convexity structures and applications to partial differential equations (2024), Volume Columbus, OH, USA,
Osvaldo Mendez.
Beyond linear topological spaces: The revindication of a forsaken nonlinear topological structure through its application to an open problem. (2023), Volume El Paso,
Osvaldo Mendez.
An overview of generalized Lebesgue spaces and their applications. (2023), Volume El Paso, TX USA,
Osvaldo Mendez.
An overview of current trends in generalized Lebesgue spaces and its applications (2023), Volume El Paso, TX, USA,
Osvaldo Mendez.
A class of nn-linear eigenvalue problems related to the wave equation (2022), Volume Bangkok, Thailand,
Osvaldo Mendez.
